- Computer Science master student at Louvain School of Engineering
- Cybersecurity and Software Engineering specialization
- Passionate about Software Engineering, Logic of programs, Discrete Mathematics, and Advanced Computer theories.
-
- Terminal-based program for local password management. Features password filter search, password generator, and uses hashing and encryption for security.
- Roadmap:
▰▰▰▰▰▰▰▰▰▰ 100%
-
- Android app that allows you to manage passwords and notes locally. Features shareable vaults, password generator, ... .
- Built on
FlutterandDart. - Roadmap:
▰▰▰▰▰▰▰▰▱▱ 80%
-
- A fully working website using
NodeJS. The website allows you to rent and lease goods, add comments, and report users. - Features a fully working moderation model with specific pages to moderate reported ads and comments.
- Roadmap:
▰▰▰▰▰▰▰▰▰▰ 100%
- A fully working website using
-
- Note-taking app with pin-on-screen function, progress bar, and basic note-taking app functions.
- Utilized
PySide6and the power of inheritance. - Roadmap:
▰▰▰▰▰▰▰▰▰▰ 100%
-
- Simple resources displayer built in the terminal.
- Displays CPU load, RAM usage, and battery percentage.
- Roadmap:
▰▰▰▱▱▱▱▱▱▱ 30%
-
Many school projects, including:
- C-Multi-Threading: Implementation of mutex, semaphores; applied them to famous problems like the Philosophers' problem, Lecter-Writer, and Producer-Consumer.
- C-Memory-Manager: Implementation of malloc and free with a fragmentation visualizer.
- Twit-Oz: Uses
n-gramsto predict the next word in a sequence of words with a Chat-GPT-like interface. - PacMoz: A PacMan game created using Oz and
functional programming.
- University
- Ongoing development on multiple school and personal projects
- Personally following training on JS, HTML/CSS, Advanced Python, Python QT, Java, C, ...
⚡ Github Stats
☄️ Github Streaks
declare
proc {Partition L X L1 L2}
case L
of H|T then
if H<X then
M1 in
L1=H|M1
{Partition T X M1 L2}
else /* H≥X */
M2 in
L2=H|M2 {Partition T X L1 M2}
end
[] nil then
L1=nil
L2=nil
end
end
declare
fun lazy {LAppend L1 L2}
case L1
of H|T then
H|{LAppend T L2}
[] nil then
L2
end
end
declare
fun lazy {LQuicksort L}
case L
of X|M then
L1 L2 S1 S2 in
{Partition M X L1 L2}
S1={LQuicksort L1}
S2={LQuicksort L2}
{LAppend S1 X|S2}
[] nil then
nil
end
end
declare X in
X = {LQuicksort 2|3|1|5|7|nil}
{Browse X} % >> _ ~> I am lazy
{Browse X.1} % >> 1 ~> Ok but just the first one then